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The influence of current collectors on Tayler instability and electro-vortex flows in liquid metal batteries

机译:集流体对液态金属电池中泰勒不稳定性和电涡流的影响

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摘要

The Tayler instability (TI) is a kink-type flow instability which occurs when theelectrical current through a conducting fluid exceeds a certain critical value. Originallystudied in the astrophysical context, the instability was recently discussed asa possible limiting factor for the upward scalability of liquid metal batteries. In thispaper, we continue our efforts to simulate this instability for liquid metals withinthe framework of an integro-differential equation approach. The original solver isenhanced by multi-domain support with Dirichlet-Neumann partitioning for the staticboundaries. Particular focus is laid on the detailed influence of the axial electricalboundary conditions on the characteristic features of the Tayler instability and,second, on the occurrence of electro-vortex flows and their relevance for liquid metalbatteries. Electro-vortex flows might pose a larger risk to the integrity of the batterythan the TI
机译:泰勒不稳定性(TI)是一种扭结型流动不稳定性,当通过导电流体的电流超过某个临界值时发生。最初是在天体物理学的背景下研究的,最近讨论了不稳定性,这可能是限制液态金属电池向上扩展性的因素。在本文中,我们将继续努力在积分微分方程方法的框架内模拟液态金属的这种不稳定性。通过对静态边界进行Dirichlet-Neumann分区的多域支持,增强了原始求解器。特别关注的是轴向电边界条件对泰勒不稳定性特征的详细影响,其次是电涡流的发生及其与液态金属电池的相关性。与TI相比,电涡流可能给电池的完整性带来更大的风险

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